SOLUTION: Dawn & Julia are running on a jogging trail. Dawn starts running 5 minutes after Julia does. If Julia runs at an average speed of 8 ft/s & Dawn runs at an average speed of 9 ft/s,

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Question 668881: Dawn & Julia are running on a jogging trail. Dawn starts running 5 minutes after Julia does. If Julia runs at an average speed of 8 ft/s & Dawn runs at an average speed of 9 ft/s, how many minutes after Dawn starts running will she catch up with Julia?
Answer by ewatrrr(24785)   (Show Source): You can put this solution on YOUR website!
 
Hi,
Dawn starts running 5 minutes after Julia does.
Julia runs at an average speed of 8 ft/s : 480ft/min
Dawn runs at an average speed of 9 ft/s : 540ft/min
how many minutes after Dawn starts running will she catch up with Julia
Translate into an equation: Note: Distance the same for both. D= rt
Dawn D = Julia D
540*x = 480(x+5)
(60ftpm) x = 2400ft
x = 40min
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